According to the transitive property of equality, if tx = xy and xy = yz, then tx =

a.) tx
b.) xy
c.) yz
d.) tz

which property is illustrated by the statement, if kl = lm, then lm = kl?

a.) eflexive property of equality
b.) symmetric property of equality
c.) transitive property of equality
d.) division property of equality

This is two questions. Question 1) The Transitive Property of Equality is defined by the statement: if A is equal to B and B is equal to C, then A is equal to C. So, for the first statement given, the complete expression is: if TX = XY and XY = YZ, then TX = YZ (this is the option C.) Question 2) The property ilustrated by the statement if KL = LM, then LM = KL, is the reflexive property of the equality. It means that every element (may be segment) is equal to itself.